Math  /  Algebra

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The equation y=25xy=2^{5 x} can also be written as
Select one: a. y=log2x5y=\frac{\log _{2} x}{5} b. x=log2y5x=\frac{\log _{2} y}{5} c. x=log5y2x=\frac{\log _{5} y}{2} d. y=log5x2y=\frac{\log _{5} x}{2}
The value of xx in the equation log5x=2\log _{5} x=2 is
Select one: a. 32 b. 64 c. 10 d. 25

Studdy Solution
The rewritten equation is x=log2y5x = \frac{\log_2 y}{5}, which corresponds to option (b).
The value of xx in log5x=2\log_5 x = 2 is x=25x = 25, which corresponds to option (d).

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